Question

find selling price cost price =250 rs profit percent = 12% selling price = ?​

Answer 1

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Step-by-step explanation:

We know that to find SP when CP and Profit% is given we use the formula :-

• $\bf \frac{100 + Profit \%}{100} \times CP$

• Profit % = 12

• CP = 250

• SP = $\bf \frac{100 + 12}{100} \times 250$

• $\bf SP = \frac{112}{100} \times 250$

• $\bf SP = \frac{112}{ \cancel100} \times \cancel250$

• $SP = \bf \frac{112}{4} \times 10$

• $SP = \bf \frac{ \cancel112}{\cancel4} \times 10$

• $SP = \bf 28 \times 10$

• $SP = \bf 280$

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1) What is SP?

• The price for which an article is sold is called SP or selling price

2) What is CP ?

• The price for which an article is bought is called CP or Cost Price

Answer 2

Answer :-

• Selling Price = ₹280.

Explanation :-

Given :

• Cost Price = ₹250.
• Profit % = 12%.

To Find :

• Selling Price.

Solution :

We know that,

$\boxed{\sf{S.P. = \dfrac{100 + Profit\%}{100} \times C.P. }}$

$\implies\sf{S.P. = \dfrac{100 + 12}{100} \times 250 }$

$\implies\sf{S.P. = \dfrac{112}{100} \times 250 }$

$\implies\sf{S.P. = \dfrac{112}{10} \times 25 }$

$\implies\sf{S.P. = \dfrac{2800}{10}}$

$\implies{\underline{\boxed{\tt{\red{S.P. = Rs. \: 280 }}}}}$

Therefore, Selling Price = ₹280.

Extra Information :-

• The price for which an article is sold is called Selling Price.

• The price for which an article is bought is called Cost Price.